epdf.pub_cbest-cliffs-test-prep13a9b242c7cb4125e6cca92d00a73d5a41681

Section II Mathematics
Practice Test 3
21. The product of two numbers is greater
than 0 and equals one of the numbers.
Which of the following must be one of
the numbers?
A. -1
B. 0
C. 1
D. a prime number
E. a reciprocal
Use the figure below to answer the question
that follows.
23. Based on the preceding information,
how could Clark determine how many
bouquets must be sold (Q) to make a
profit of $82.50?
A. Q=
$ 8250 . ' $ 200 .
B. Q= $ 8250 . -$ 200 .
C. Q= $ 475 . -$ 200 . ^Qh
D. Q = $ 82. 50 ' $ 4. 75 -$ 2.
00
E. Q=
$ 8250 . ' $ 275 .
24. Which of the following represents
.14739 rounded off to the nearest
thousandth?
22. The preceding large square consists of
small squares all of equal size. If a side
of the large square is 4 cm, the area of
the shaded portion in square cm is
A. 2
B. 4
C. 6
D. 8
E. 10
Read the information below and then
answer the question that follows.
Holiday bouquets cost the Key Club
$2.00 each. The Key Club sells them
for $4.75 each.
A. .1472
B. .1474
C. .147
D. .148
E. .15
Use the information below to answer the
question that follows.
Reuben purchased 12 pounds of apples
at 40¢ per pound. To compute the total
price he paid, Reuben used 12 × 40¢ =
480¢.
25. Which of the following is another
simple method that Reuben could have
used to compute the total price he paid?
A. (6 × 40¢) + (4 × 40¢) + (1 × 40¢) +
(1 × 40¢)
B. (12 × 10¢) + (12 × 20¢)
C. (6 × 20¢) + (6 × 20¢)
D. (10 × 40¢) + (2 × 40¢)
E. (12 × 50¢) – 10¢
349